• 2022-06-11
    求下列函数在指定点处的泰勒公式:[tex=4.571x2.357]n8UlIU/RGn0z7l49NT8aaRDoPtJXGT4t6QI0YJqdT5g=[/tex]  在点 (1,1) (到三阶为止)。
  • 由于 [tex=14.286x1.214]byHHTj0bMdzNTJroj+Rpjcs79+yGRsMcsrHuJrXaIrh3qzIPSdor5rr5+702nSIj[/tex],因此有[tex=11.571x22.286]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[/tex][tex=18.857x2.571]vZIa3f8qFVsCq0eHf3lX2Tm6gPkKO3f+CG4nKIcf23TBly2TVqtzURPKwnhnQzwl9z/Yy3MvKR+Cy+SDtv1sKrAt+M+SkiPnNI+Ob1Uz3QNeDxPpjd5qd1HjnSc0zy54fTWxbuOcZJVJS6rpcQOgE+i0O3aYIltBCC9hKvI7Pdw=[/tex]故 [tex=27.357x11.429]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[/tex]

    内容

    • 0

      set1 = {x for x in range(10)} print(set1) 以上代码的运行结果为? A: {0, 1, 2, 3, 4, 5, 6, 7, 8, 9} B: {0, 1, 2, 3, 4, 5, 6, 7, 8, 9,10} C: {1, 2, 3, 4, 5, 6, 7, 8, 9} D: {1, 2, 3, 4, 5, 6, 7, 8, 9,10}

    • 1

      求函数[tex=3.643x2.357]zKUh1fkEfgcGsE+/+kHKJ+Cn3jPsfDJwpivzpZEasIc=[/tex]在点[tex=3.0x1.214]oG9B+IF6Zxea5dvgRZC87w==[/tex]处带有拉格朗日余项的n阶泰勒公式。

    • 2

      求函数[tex=5.357x1.5]vEAGGRP3Ur/ebnkustfopPtNmYqLytbhXo3tAQOp5ns=[/tex]在点[tex=2.214x1.214]JlOsS7AFJ1w5Zt8cMmd4IA==[/tex]处带有拉格朗日余项的n阶泰勒公式。

    • 3

      intx=5,y=8,z=7;表达式z=!(x>y)||(x=1,y=3)计算后的结果 A: x=1,y=3,z=1 B: x=1,y=3,z=0 C: x=5,y=8,z=0 D: x=5,y=8,z=1

    • 4

      写一个文法G,使其语言为不以0开头的偶数集。 A: G[S]:S→AB|BA→AD|CB→2|4|6|8|0C→1|3|5||7|9|B B: G[S]:S→AB|BA→AD|CB→1|2|3|4|5|6|7|8|9C→2|4|6|8|0 C: G[S]:S→AB|BA→AD|CB→2|4|6|8|0C→1|2|3|4|5|6|7|8|9D→0|C D: G[S]:S→AB|BA→AD|DB→2|4|6|8|0D→1|2|3|4|5|6|7|8|9|0